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ζ(−2 + ib) AS A  QUANTUM GRAVITATIONAL FIELD

ζ(−2 + ib) AS A QUANTUM GRAVITATIONAL FIELD

Robert Dosseh-Kpotogbey

58,26 €
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Editorial:
Eliva Press
Año de edición:
2026
Materia
Física
ISBN:
9789999348225
58,26 €
IVA incluido
Disponible
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What if the number of dimensions we perceive were not a fixed given of the universe, but a state modulated by the boundary conditions of the quantum vacuum? In this book, Robert Dosseh-Kpotogbey proposes a radical answer to one of the oldest questions in theoretical physics: why do we observe exactly three spatial dimensions and one temporal dimension? Rather than compactifying extra dimensions behind inaccessible energy scales, the author develops a complete spectral architecture linking the non-trivial zeros of the Riemann zeta function, ζ(−2+ib), to a genuine quantum gravitational field. Three pillars structure this exploration: Matter-Dimensions Symmetry (MDS) - a spin-dimension correspondence generalised into a complete hierarchy of dimensional structures, distinguishing existing, effective, and felt dimensions, governed by families of Diophantine solutions. Generalised Casimir Effect - from the classical parallel-plate configuration to spherical, cylindrical, and branar geometries, reinterpreting quantum vacuum forces as the physical engine enabling dimensional transition. Dimensional Modification Technology (DMT) - the architecture of a Dimensional Resonator and the experimental protocols envisioned for observing these transitions, with implications for muon physics and the unification of fundamental forces. At the crossroads of string theory, the AdS/CFT correspondence, and analytic number theory, this book speaks to researchers and curious minds alike who wish to rethink the very geometry of reality.

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